<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<metadata xml:lang="es">
<Esri>
<CreaDate>20190619</CreaDate>
<CreaTime>15340900</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
</Esri>
<dataIdInfo>
<idAbs>Asientos Electorales para Elecciones Generales de 20 de Octubre de 2019</idAbs>
<searchKeys>
<keyword>Asiento</keyword>
<keyword>Recinto</keyword>
</searchKeys>
<idPurp>Asientos Electorales para Elecciones Generales 2019</idPurp>
<idCredit>Geografía Electoral de Tribunal Supremo Electoral</idCredit>
<resConst>
<Consts>
<useLimit>Uso Exclusivo de Tribunal Supremo Electoral</useLimit>
</Consts>
</resConst>
<idCitation>
<resTitle>AsientosRecintos_4_06_2019_8</resTitle>
</idCitation>
</dataIdInfo>
<Binary>
<Thumbnail>
<Data EsriPropertyType="PictureX">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</Data>
</Thumbnail>
</Binary>
</metadata>
